4.5 Article

Scaling properties of the Mw7.0 Samos (Greece), 2020 aftershock sequence

Journal

ACTA GEOPHYSICA
Volume 69, Issue 3, Pages 1067-1084

Publisher

SPRINGER INTERNATIONAL PUBLISHING AG
DOI: 10.1007/s11600-021-00579-5

Keywords

Samos earthquake; Aftershocks; Tsallis entropy; Interevent times; Afterslip

Funding

  1. project HELPOS -Hellenic System for Lithosphere Monitoring under the Action Reinforcement of the Research and Innovation Infrastructure - Operational Programme Competitiveness, Entrepreneurship and Innovation (NSRF 2014-2020) [MIS 5002697]
  2. European Union (European Regional Development Fund)

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This article describes the situation of aftershocks following the earthquake in Samos, Greece in 2020, analyzing the scaling properties of seismic clusters and the changes in statistical mechanics.
On October 30, 2020, a strong and shallow earthquake (Mw = 7.0) hit Samos, an island on the eastern edge of the Aegean Sea (Greece). The epicenter was located on the north offshore of the Greek island of Samos. The goal of our work is to provide a first analysis of the scaling properties observed in the aftershock sequence as reported until December 31, 2020, as numerous seismic clusters activated. Our analysis is focused on the main of the clusters observed in the East area of the activated fault zone and strongly related with the mainshock's fault. The aftershock sequence follows the Omori law with a value of p approximate to 1.01 for the main cluster which is remarkably close to a logarithmic evolution. The analysis of interevent times distribution, based on non-extensive statistical physics indicates a system in an anomalous equilibrium with a crossover from anomalous (q > 1) to normal (q = 1) statistical mechanics, as great interevent times approached. A discussion of the crossover observed, is given in terms of superstatistics. In addition, the obtained value q approximate to 1.67 suggests a system with one degree of freedom. Furthermore, a scaling of the migration of aftershock zone as a function of the logarithm of time is discussed in terms of rate strengthening rheology that govern the evolution of afterslip process.

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